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Solving the mixed problem for the Klein–Gordon–Fock type equation with integral conditions in the case of the inhomogeneous matching conditions

机译：在非均相匹配条件下，用整体条件解决Klein-Gordon-Fock型方程的混合问题

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V. I. Korzyuk; I. I. Stolyarchuk;
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1. Solvability of Mixed Problems for the Klein-Gordon-Fock Equation in the Class L (p) for p = 1 [J] . Kuleshov A. A., Mokrousov I. S., Smirnov I. N. Differential equations: A translation of differensial'nye uraveniya . 2018,第3期

机译：L（P）中Klein-Gordon-Fock方程的混合问题的可解性P＆GT; = 1
2. An integral formula adapted to different boundary conditions for arbitrarily high-dimensional nonlinear Klein-Gordon equations with its applications [J] . Xinyuan Wu, Changying Liu Journal of Mathematical Physics . 2016,第2aPta1期

机译：适用于随着其应用的任意高维非线性Klein-Gordon方程的不同边界条件的整体公式
3. Integral Transforms and Dual Integral Equations to Solve Heat Equation with Mixed Conditions [J] . Naser Hoshan International Journal of Open Problems in Computer Science and Mathematics . 2014,第4期

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4. Mixed problem with an integral space variable condition for a Third order parabolic equation of mixed type [C] . Ali HAMEIDA International Conference on Mathematical Science . 2011

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5. The magnetic vector potential, Klein-Gordon equation and Klein's Paradox in relativistic quantum mechanics [D] . Schaffer, David L. 2007

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6. Modified Taylor series method for solving nonlinear differential equations with mixed boundary conditions defined on finite intervals [O] . Hector Vazquez-Leal, Brahim Benhammouda, Uriel Antonio Filobello-Nino, -1

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7. Classical solution for the first mixed problem for the Klein-Gordon-Fock type equation with inhomogeneous matching conditions [O] . V. I. Korzyuk, I. I. Stolyarchuk 2019

机译：具有非均相匹配条件的Klein-Gordon-Fock型方程的第一个混合问题的经典解

Solving the mixed problem for the Klein–Gordon–Fock type equation with integral conditions in the case of the inhomogeneous matching conditions

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